On Fri, Aug 26, 2016 at 11:39 PM, Wei, Huayi <[email protected]> wrote:
> Hi, Guys,
>
> I solve an ode and get an implicit solution as following, and my question
> is how to plot `f` by `implicit_plot` command.
>
> ```
>
> var('t')
>
> y = function('y')(t)
>
> de = diff(y, t)/((2-y)*y) == 1
>
> f = desolve(de, y, [0, 10]) # the solution is -1/2*log(y(t) - 2) +
> 1/2*log(y(t)) == t + 1/2*log(10) - 1/2*log(8)
> ```
>
sage: var("t,y")
(t, y)
sage: implicit_plot(-1/2*log(y - 2) + 1/2*log(y) == t + 1/2*log(10) -
1/2*log(8), (t, 0, 2), (y, 2.1,10), figsize=4, axes="true" )
worked for me.
For more info on the syntax, see here
http://doc.sagemath.org/html/en/reference/plotting/sage/plot/contour_plot.html#sage.plot.contour_plot.implicit_plot
and also here
http://sagemath.wikispaces.com/implicit_plot
> Thanks
>
> Huayi
>
>
>
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